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A method for the design of Farrow-structure based variable fractional-delay FIR filters.

, , и . Signal Process., 93 (5): 1341-1348 (2013)

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Anne Håkansson

Håkan Terelius

Håkan Bårman

Håkan Zeffer

Håkan Sundell

 

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On FIR Filter Approximation of Fractional-Order Differentiators and Integrators.. IEEE J. Emerg. Sel. Topics Circuits Syst., 3 (3): 404-415 (2013)Reconstruction of nonuniform sampled bandlimited signals using digital fractional filters., и . ISCAS (2), стр. 593-596. IEEE, (2001)Reconfigurable nonuniform transmultiplexers based on uniform filter banks., , и . ISCAS, стр. 2123-2126. IEEE, (2010)On the design of IIR bandpass filters with an adjustable bandwidth and centre frequency.. ISCAS (3), стр. 173-176. IEEE, (2004)Scaling of Fractional Delay Filters based on the Farrow Structure., , и . ISCAS, стр. 489-492. IEEE, (2009)Linear-phase FIR digital differentiator order estimation., , и . ECCTD, стр. 310-313. IEEE, (2011)Two reconstructors for m-channel time-interleaved ADCs with missing samples., и . NEWCAS, стр. 41-44. IEEE, (2014)A class of reconfigurable and low-complexity two-stage Nyquist filters., и . Signal Process., (2014)Conditions for Lth-band filters of order 2N as cascades of identical linear-phase FIR spectral factors of order N., , и . Signal Process., (2014)On Efficient Design of High-Order Filters With Applications to Filter Banks and Transmultiplexers With Large Number of Channels., и . IEEE Trans. Signal Process., 62 (5): 1198-1209 (2014)